Hasse-Witt-Invariants and Dihedral Extension.
Hauteurs canoniques sur l'espace de modules des fibrés stables sur une courbe algébrique
Hauteurs et discrétude
Hecke curves and Hitchin discriminant
Heegner Points and Derivatives of L-Series. II.
Heegner Points on X ... (11)
Heigth inequality of algebraic points on curves over functional fields.
Heinrich's counterexample to Azevedo's conjecture.
Higher genus abelian functions associated with cyclic trigonal curves.
Higher order differentials and Weierstrass points on Gorenstein curves.
Higher secant varieties of curves and the theorem of Nagata on ruled surfaces.
Hilbert functions and Witt functions. An identity for congruences of Atkin and of Swinnerton-Dyer type.
Hilbert scheme of smooth space curves
Hodge integrals and invariants of the unknot.
Hodge-gaussian maps
Hodge-Tate Structures and Modular Forms.
Hodge–type structures as link invariants
Based on some analogies with the Hodge theory of isolated hypersurface singularities, we define Hodge–type numerical invariants of any, not necessarily algebraic, link in a three–sphere. We call them H–numbers. They contain the same amount of information as the (non degenerate part of the) real Seifert matrix. We study their basic properties, and we express the Tristram–Levine signatures and the higher order Alexander polynomial in terms of them. Motivated by singularity theory, we also introduce...
Höhere Sekantenvarietäten und Vektorbündel auf Kurven.
Holomorphic Conformal Structures and Uniformization of Complex Surfaces.
Holomorphic triples of genus 0
Here we study the relationship between the stability of coherent systems and the stability of holomorphic triples over a curve of arbitrary genus. Moreover we apply these results to study some properties and give some examples of holomorphic triples on the projective line.